What is the slope of the line that passes through the points (-1,0) and

(1, -6)?

(a)  

What is the result when you square a binomial?

(a)  

Find the equation of a line whose x intercept is twice the y–intercept and passes through (2, k).

(a)  

Given that 0 < b < a and a² + b² = 9ab. What is the value of ?

(a)  

What is the slope-intercept form of the line whose equation is y + 2x = 8?

(a)  

Find the missing term: (x + ____)(3x +___) = 3x² + 27x + 24

(a)  

Suppose f(x) is a linear function such that f(- ) = -7 and f(1) = -3. What is the linear function using the form ax + by + c = 0 ?

(a)  

If one factor of 20xy⁵ – 12x³y³ is 4xy³, what is the other factor?

(a)  

If you are asked to describe the graph of the system 2x + y = -3 and 2x + + y = 6, what would it be?

(a)  

The taxi service charges Php 40 and an additional Php 13 per kilometer thereafter. How much will you pay if you traveled 30 kilometers? (start your answer with Php)

(a)  

What is the slope of the equation x – 3y = 6?

(a)  

Find the equation of a line that passes through (3, -1) whose slope is  .

(a)  

Simplify: $$\frac{(3x^2-3y^2)}{x^2-2xy+y^2}$$  

(a)  

The graphs of x + 2y = 7, 4x – y = 1 and 6x + ay = 0 intersect at the same point. What is a ?

(a)  

Given 3x² + x = 1, find the value of 6x³ – x² – 3x + 2018.

(a)  

Albert can do a piece of work in 2 days less than Ben can do the same job. If both men help each other, they can finish the job in  days. How long will it take Ben to do the work alone?

(a)  

Find the equation of the line with m = 3 and passes through the point (2, -2).

(a)  

The sum of 2 numbers is 45. Let x = first number and y = second number. Write an equation that satisfies the given condition.

(a)  

  If a + 2b = $$\frac{4}{3}$$     and a – b = $$\frac{1}{3}$$  , what is the value of 3b?

(a)  

Leah and Pearl had their meal at a pizza house. They ordered the same kind of pizza and drink. Leah paid Php 140 for 2 slices of pizza and a drink. Pearl also

 paid Php 225 for 3 slices of pizza and 2 drinks. How much did they pay for the total

                  number of drinks? (start your answer with Php)

(a)  

Charles can row 20 km downstream in the same time it takes him to row 8 km upstream. He rows downstream for 1.5 hours, then turns and rows back for 3 hours, but he finds that he is still 3 km from his starting place. Find the rate of Charles in still water.

(a)  

In throwing a coin and a die together, what is the probability of the event in which the coin comes up heads?

(a)  

Divide: $$\frac{y}{y+3}\div\frac{y}{y+5}$$  

(a)  

What is the complete factored form of x² + x – 42?

(a)